"use strict";

Object.defineProperty(exports, "__esModule", {
  value: true
});
exports.createRound = void 0;
var _factory = require("../../utils/factory.js");
var _collection = require("../../utils/collection.js");
var _number = require("../../utils/number.js");
var _nearlyEqual = require("../../utils/bignumber/nearlyEqual.js");
var _matAlgo11xS0s = require("../../type/matrix/utils/matAlgo11xS0s.js");
var _matAlgo12xSfs = require("../../type/matrix/utils/matAlgo12xSfs.js");
var _matAlgo14xDs = require("../../type/matrix/utils/matAlgo14xDs.js");
var _index = require("../../plain/number/index.js");
const NO_INT = 'Number of decimals in function round must be an integer';
const name = 'round';
const dependencies = ['typed', 'config', 'matrix', 'equalScalar', 'zeros', 'BigNumber', 'DenseMatrix'];
const createRound = exports.createRound = /* #__PURE__ */(0, _factory.factory)(name, dependencies, _ref => {
  let {
    typed,
    config,
    matrix,
    equalScalar,
    zeros,
    BigNumber,
    DenseMatrix
  } = _ref;
  const matAlgo11xS0s = (0, _matAlgo11xS0s.createMatAlgo11xS0s)({
    typed,
    equalScalar
  });
  const matAlgo12xSfs = (0, _matAlgo12xSfs.createMatAlgo12xSfs)({
    typed,
    DenseMatrix
  });
  const matAlgo14xDs = (0, _matAlgo14xDs.createMatAlgo14xDs)({
    typed
  });
  function toExponent(epsilon) {
    return Math.abs((0, _number.splitNumber)(epsilon).exponent);
  }

  /**
   * Round a value towards the nearest rounded value.
   * For matrices, the function is evaluated element wise.
   *
   * Syntax:
   *
   *    math.round(x)
   *    math.round(x, n)
   *    math.round(unit, valuelessUnit)
   *    math.round(unit, n, valuelessUnit)
   *
   * Examples:
   *
   *    math.round(3.22)             // returns number 3
   *    math.round(3.82)             // returns number 4
   *    math.round(-4.2)             // returns number -4
   *    math.round(-4.7)             // returns number -5
   *    math.round(3.22, 1)          // returns number 3.2
   *    math.round(3.88, 1)          // returns number 3.9
   *    math.round(-4.21, 1)         // returns number -4.2
   *    math.round(-4.71, 1)         // returns number -4.7
   *    math.round(math.pi, 3)       // returns number 3.142
   *    math.round(123.45678, 2)     // returns number 123.46
   *
   *    const c = math.complex(3.2, -2.7)
   *    math.round(c)                // returns Complex 3 - 3i
   *
   *    const unit = math.unit('3.241 cm')
   *    const cm = math.unit('cm')
   *    const mm = math.unit('mm')
   *    math.round(unit, 1, cm)      // returns Unit 3.2 cm
   *    math.round(unit, 1, mm)      // returns Unit 32.4 mm
   *
   *    math.round([3.2, 3.8, -4.7]) // returns Array [3, 4, -5]
   *
   * See also:
   *
   *    ceil, fix, floor
   *
   * @param  {number | BigNumber | Fraction | Complex | Unit | Array | Matrix} x  Value to be rounded
   * @param  {number | BigNumber | Array} [n=0]                            Number of decimals
   * @param  {Unit} [valuelessUnit]                                        A valueless unit
   * @return {number | BigNumber | Fraction | Complex | Unit | Array | Matrix} Rounded value
   */
  return typed(name, {
    number: function (x) {
      // Handle round off errors by first rounding to relTol precision
      const xEpsilon = (0, _index.roundNumber)(x, toExponent(config.relTol));
      const xSelected = (0, _number.nearlyEqual)(x, xEpsilon, config.relTol, config.absTol) ? xEpsilon : x;
      return (0, _index.roundNumber)(xSelected);
    },
    'number, number': function (x, n) {
      // Same as number: unless user specifies more decimals than relTol
      const epsilonExponent = toExponent(config.relTol);
      if (n >= epsilonExponent) {
        return (0, _index.roundNumber)(x, n);
      }
      const xEpsilon = (0, _index.roundNumber)(x, epsilonExponent);
      const xSelected = (0, _number.nearlyEqual)(x, xEpsilon, config.relTol, config.absTol) ? xEpsilon : x;
      return (0, _index.roundNumber)(xSelected, n);
    },
    'number, BigNumber': function (x, n) {
      if (!n.isInteger()) {
        throw new TypeError(NO_INT);
      }
      return new BigNumber(x).toDecimalPlaces(n.toNumber());
    },
    Complex: function (x) {
      return x.round();
    },
    'Complex, number': function (x, n) {
      if (n % 1) {
        throw new TypeError(NO_INT);
      }
      return x.round(n);
    },
    'Complex, BigNumber': function (x, n) {
      if (!n.isInteger()) {
        throw new TypeError(NO_INT);
      }
      const _n = n.toNumber();
      return x.round(_n);
    },
    BigNumber: function (x) {
      // Handle round off errors by first rounding to relTol precision
      const xEpsilon = new BigNumber(x).toDecimalPlaces(toExponent(config.relTol));
      const xSelected = (0, _nearlyEqual.nearlyEqual)(x, xEpsilon, config.relTol, config.absTol) ? xEpsilon : x;
      return xSelected.toDecimalPlaces(0);
    },
    'BigNumber, BigNumber': function (x, n) {
      if (!n.isInteger()) {
        throw new TypeError(NO_INT);
      }

      // Same as BigNumber: unless user specifies more decimals than relTol
      const epsilonExponent = toExponent(config.relTol);
      if (n >= epsilonExponent) {
        return x.toDecimalPlaces(n.toNumber());
      }
      const xEpsilon = x.toDecimalPlaces(epsilonExponent);
      const xSelected = (0, _nearlyEqual.nearlyEqual)(x, xEpsilon, config.relTol, config.absTol) ? xEpsilon : x;
      return xSelected.toDecimalPlaces(n.toNumber());
    },
    // bigints can't be rounded
    bigint: b => b,
    'bigint, number': (b, _dummy) => b,
    'bigint, BigNumber': (b, _dummy) => b,
    Fraction: function (x) {
      return x.round();
    },
    'Fraction, number': function (x, n) {
      if (n % 1) {
        throw new TypeError(NO_INT);
      }
      return x.round(n);
    },
    'Fraction, BigNumber': function (x, n) {
      if (!n.isInteger()) {
        throw new TypeError(NO_INT);
      }
      return x.round(n.toNumber());
    },
    'Unit, number, Unit': typed.referToSelf(self => function (x, n, unit) {
      const valueless = x.toNumeric(unit);
      return unit.multiply(self(valueless, n));
    }),
    'Unit, BigNumber, Unit': typed.referToSelf(self => (x, n, unit) => self(x, n.toNumber(), unit)),
    'Array | Matrix, number | BigNumber, Unit': typed.referToSelf(self => (x, n, unit) => {
      // deep map collection, skip zeros since round(0) = 0
      return (0, _collection.deepMap)(x, value => self(value, n, unit), true);
    }),
    'Array | Matrix | Unit, Unit': typed.referToSelf(self => (x, unit) => self(x, 0, unit)),
    'Array | Matrix': typed.referToSelf(self => x => {
      // deep map collection, skip zeros since round(0) = 0
      return (0, _collection.deepMap)(x, self, true);
    }),
    'SparseMatrix, number | BigNumber': typed.referToSelf(self => (x, n) => {
      return matAlgo11xS0s(x, n, self, false);
    }),
    'DenseMatrix, number | BigNumber': typed.referToSelf(self => (x, n) => {
      return matAlgo14xDs(x, n, self, false);
    }),
    'Array, number | BigNumber': typed.referToSelf(self => (x, n) => {
      // use matrix implementation
      return matAlgo14xDs(matrix(x), n, self, false).valueOf();
    }),
    'number | Complex | BigNumber | Fraction, SparseMatrix': typed.referToSelf(self => (x, n) => {
      // check scalar is zero
      if (equalScalar(x, 0)) {
        // do not execute algorithm, result will be a zero matrix
        return zeros(n.size(), n.storage());
      }
      return matAlgo12xSfs(n, x, self, true);
    }),
    'number | Complex | BigNumber | Fraction, DenseMatrix': typed.referToSelf(self => (x, n) => {
      // check scalar is zero
      if (equalScalar(x, 0)) {
        // do not execute algorithm, result will be a zero matrix
        return zeros(n.size(), n.storage());
      }
      return matAlgo14xDs(n, x, self, true);
    }),
    'number | Complex | BigNumber | Fraction, Array': typed.referToSelf(self => (x, n) => {
      // use matrix implementation
      return matAlgo14xDs(matrix(n), x, self, true).valueOf();
    })
  });
});